Question

1. What is the apparent solution to the system of equations graphed above?

Answer 1

(0,-1)
(0,3)
(1,2)
(2,1)

Answer 2

@whpalmer4

Answer 3

@veganbee

Answer 4

Do you want the slope-intercept form?

Answer 5

Im not sure the test is linear systems?

Answer 6

Do you know what it is?

Answer 7

The answer? No.

Answer 8

For the line that goes down: y=-x+3
For the line that goes up: y=x+1

Answer 9

Ok thats the slope intercept form? Im horrible at math.

Answer 10

Yes, that is the slope-intercept form. The equation is y=mx+b

Answer 11

m is the slope of the line and b is the y-intercept.

Answer 12

Ok so how do I find the answer from that?

Answer 13

What do you have to find? Does your problem tell it to you?

Answer 14

See thats what I don't get thats all the question says is " what is the apparent solution to the system of equations graphed above."

Answer 15

Take the two equations that I posted and do this:
x+1=-x+3

Answer 16

You're supposed to find the coordinates that both of the lines cross at.

Answer 17

Do you know how to do it now or do you want me to show you haw to find the coordinates?

Answer 18

Show me please. Ha thank you for your patients I appreciate the help.

Answer 19

x+1=-x+3
+x +x Add x to both sides.

2x+1=3
-1 -1 Subtract 1 to both sides.

2x/2=2/2 Divide by 2 to both sides to get x by itself.

x=1 Now that you have the x choose one equation and plug 1 in for x.

y=x+1

y=(1)+1 Plug in 1 for x.


y=2 Now that you have both x and y put it in a coordinate.

Solution: (1,2)

Answer 20

Do you get it now?

Answer 21

yes thank you

Answer 22

The apparent solution is just the point on the graph where the two lines intersect. No need to do any equations, just look at the graph!